R. Gupta Solutions for Exercise 1: EXERCISE

Two vertices of a triangle are the points (1,4),(7,2). Its centroid is the point (5,3), then the third vertex is :

Let the vertices of a triangle be $(0,0), (3,0), (0,4)$, then its orthocentre is :

Distance of point (2,3) from origin is :

Find the values of $y$ for which the distance between $P(2, -3),Q (10, y)$ is $10$ units.

The centroid of the triangle whose vertices are A (4,-6),B (3,-2),C (5,2) is :

If (7,3),(6,1),(8,2),(P,4) are the vertices of a parallelogram taken in order then the value of P is :

If the vertices of rhombus are (3,0),(4,5),(-1,4),(-2,-1) taken in order then area of rhombus is :

Find the value of P for which the points A (-1,3),B (2,P),and C (5,-1) are collinear :